Исходные данные №2:
А=5 моль/л;
Y=0, 3 моль/л;
B=0 моль/л;
t=40°С;
Экспериментальные данные №2:
𝜏, мин
| Cy, моль/л
| 0
| 0,3
| 0,205
| 0,246084
| 0,41
| 0,206788
| 0,615
| 0,171029
| 0,82
| 0,147553
| 1,025
| 0,12127
| 1,23
| 0,103642
| 1,435
| 0,087009
| 1,64
| 0,075004
| 1,845
| 0,063766
| Исходные данные №3:
А=5 моль/л;
Y=0,5 моль/л;
B=0 моль/л;
t=40°С;
Экспериментальные данные №3:
𝜏, мин
| Cy, моль/л
| 0
| 0,5
| 0,21
| 0,425302
| 0,42
| 0,35384
| 0,63
| 0,292632
| 0,84
| 0,244812
| 1,05
| 0,208541
| 1,26
| 0,176868
| 1,47
| 0,147011
| 1,68
| 0,122475
| 1,89
| 0,101135
|
Обработка данных:Cy=0,1
| Cy=0,3
| Cy=0,5
| ln Cy
| ln Cy
| ln Cy
| -2,30259
| -1,20397
| -0,69315
| -2,48959
| -1,40208
| -0,85495
| -2,64256
| -1,57606
| -1,03891
| -2,81151
| -1,76592
| -1,22884
| -2,99233
| -1,91357
| -1,40727
| -3,19222
| -2,10974
| -1,56762
| -3,35637
| -2,26681
| -1,73235
| -3,57169
| -2,44174
| -1,91725
| -3,67659
| -2,59021
| -2,09985
| -3,84047
| -2,75253
| -2,2913
|
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)
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